Eine Kurzetappe! Da ich die Strecke von Günzburg bis Dillingen gleich gestern mit erledigt habe, ist die Etappe heute ausnehmend kurz. Und ich leiste mir auch gleich noch eine weitere Abkürzung: Statt bis Erlingshofen zu fahren, biege ich schon vor Blindheim Richtung Norden ab. Ich empfehle allerdings niemanden, diese Route nachzufahren, denn es geht quer über den Acker und das Fahrrad hat mit der zu transportierenden Last doch einiges auszuhalten gehabt. Die gewonnene Zeit nutze ich nun für einen Abstecher auf den Michelsberg bei Fronhofen.
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" />
Hier führt der Kreuzweg zur Kirche St. Michael vorbei an 14 gemauerten, über 130 Jahre alten, Stationen mit sehr schönen Bildnissen vom Leidensweg.
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" />
Auf der Weiterfahrt, gleich nach Mönchsdeggingen gönne ich mir noch einmal einen ausgiebigen Kneipp-Gang in der Freianlage, bevor ich dann in Nördlingen für 2 Nächte im ältesten Haus am Platz, dem Keiserhof "Zur Sonne" unterkomme.
